Summary
Non-Darcy and multiphase flow effects in hydraulic fractures have been well
documented in the last several years. The pressure losses caused by these
phenomena are accepted widely to be of great significance in most gas-well
completions in the United States and elsewhere (Palisch et al. 2007;
Forchheimer 1901; Milton-Tayler 1993a; Penny and Jin 1995; Flowers et al. 2003;
Miskimins et al. 2005; Handren et al. 2001; Lolon et al. 2004; Vincent 2004;
Olson et al. 2004). Although the importance in gas wells is evident, the
authors pose the question of whether non-Darcy and multiphase flow effects are
of concern in typical oil wells in Russia.
For the analysis, the authors evaluate three primary categories of Russian
production wells: gas wells, oil wells producing above the bubblepoint, and oil
wells producing below the bubblepoint. For each category, the authors describe
the significance of non-Darcy and multiphase flow effects by use of the
fracture-flow theory and state-of-the-art fracture-production models. This
paper will illustrate that non-Darcy and multiphase flow effects can
substantially decrease the production potential of gas wells and the many oil
wells found in Russia that are producing below the bubblepoint.
Historically, Russian oil wells have been operated intentionally above the
bubblepoint. However, more-aggressive well designs have recently been shown to
increase production more than threefold. The authors explore the economics of
producing these wells below the bubblepoint and show that for these more
aggressive strategies, the effects of non-Darcy and multiphase flow can be
significant and should be accommodated during fracture design.
The authors propose solutions for mitigating these effects with various
modifications to the fracture design, including the impact of proppant
selection on performance. Several operators within Russia have already
successfully accounted for these phenomena in their fracture designs, and new
field examples are explored, analyzed, and presented in the paper. Recent field
results are presented for Gazpromneft’s Achimovskoya formation BV8 in the Tomsk
region (western Siberia) and BP-TNK’s field near Buzuluk in the Orenburg region
(Volga-Urals). The results found here are compared to published results from
the Achimovskoya sandstone in the Kalchinskoye oil field, the BP12 formation of
the Vyngayakhinskoe oil field, the Priobskoye and Sugmutskoe oil fields, and
Gazprom’s Yamburgskoe gas-condensate development.
Introduction
In the last decade, emphasis has been placed increasingly on the
conductivity of the proppants used in fracture stimulations, especially for
medium-to-high-permeability formations. The conductivity of the fracture can be
calculated by finding the product of the permeability of the fracture and the
fracture width. It can be represented by the following equation:
Typically, analysis of the flow potential of a well has involved the
determination of the dimensionless fracture conductivity (Fcd
) relating the flow potential of the fracture to that of the reservoir.
Fcd is calculated by use of the following equation:
For steady- or pseudosteady-state flow in oil wells, several authors,
including Prats (1961) and McGuire and Sikora (1960), have developed
correlations that enable the engineer to use Fcd to predict
the benefits of the fracture stimulation, yielding a method that balances
fracture half-length with fracture conductivity for stimulation design. Fig. 1
illustrates Prats' correlation (where kp is the permeability
of the fracture, kfrac, and kf is the
permeability of the formation, kform). Increasing the
Fcd of the fracture leads to an enlargement of the effective
wellbore radius (rw ’/Xf ). However, after
an Fcd of ≈10, the incremental effective radius slows for a
given increase in Fcd .
Although these correlations continue to serve the industry well, it is
critical that a realistic conductivity be used when calculating
Fcd (Pearson 2001). Fig. 2 shows the "reference" or
"laminar" conductivity for several different intermediate-density
ceramic proppants commonly used in Russia. In this figure, the proppant has
been subjected to 4,000-psi stress (272 atm). However, it is critical to note
that these reference values have not been corrected for non-Darcy or multiphase
flow, gel damage, filter cake, fines plugging, cyclic stress-loading, long-term
proppant degradation, and many other phenomena that will increase the pressure
losses within the fracture.
Vincent et al. (1999) have pointed out that the American Petroleum Institute
(API) conductivity test used in many fracture-production models significantly
overpredicts the conductivity of proppant. This can lead to selection of a
proppant that appears adequate when evaluated at reference conditions but is
actually severely inadequate at realistic producing conditions. Many papers
have documented the benefits of increasing the conductivity of hydraulic
fractures, in both gas and oil wells, at a variety of production rates and
flowing conditions (Vincent 2002; Carbo Ceramics 2007).
© 2008. Society of Petroleum Engineers
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History
- Original manuscript received:
16 September 2006
- Meeting paper published:
3 October 2006
- Revised manuscript received:
19 February 2008
- Manuscript approved:
13 March 2008
- Version of record:
15 November 2008